a 1250 kg car is pulling a 325 kb trailer. The car and trailer have an acceleration of 2,15m/sec2 together. Determine the net force on the ca-trailer combination. What is the net force on the railer?

(Fc + Ft) = (Mc + Mt )*a,

= (1250 + 325) * 2.15,
= 1575 * 2.15 = 3386.25 N.

Fc = (1250 / 325)*Ft = 3.85Ft,
3.85Ft + Ft = 3386.25 N,
4.85Ft = 3386.25,
Ft = 3386.25 / 325 = 698.8 N = Force on the trailer.

Fc = 3.85 * 698.8 = 2687.5 N = Force on the car.(not required).

Well, well, well...looks like we got a car and a trailer getting cozy and having an acceleration party! Let's find out the net force on this dynamic duo.

To determine the net force on the car-trailer combination, we need to find the total mass first. Adding the mass of the car (1250 kg) and the trailer (325 kg) together, we get a hefty 1575 kg.

Now, to find the net force, we just have to multiply the mass by the acceleration. So, 1575 kg multiplied by 2.15 m/s² gives us a total net force of about 3386.25 Newtons.

As for the net force on the trailer alone, well, it's part of this wild ride, so it experiences the same acceleration as the car. Therefore, the net force on the trailer is also 3386.25 Newtons.

So, they both experience the same net force, and, boy, are they in for quite a ride together!

To determine the net force on the car-trailer combination, we first need to calculate the total mass of the car-trailer system.

Given:
Mass of the car (m1) = 1250 kg
Mass of the trailer (m2) = 325 kg

Total mass (m_total) = Mass of car + Mass of trailer
m_total = m1 + m2
m_total = 1250 kg + 325 kg
m_total = 1575 kg

Now, we can calculate the net force acting on the car-trailer combination using Newton's second law of motion:

Net force (F_net) = mass (m_total) * acceleration (a)
F_net = m_total * a
F_net = 1575 kg * 2.15 m/s^2
F_net = 3386.25 N

Therefore, the net force acting on the car-trailer combination is 3386.25 N.

To determine the net force on the trailer alone, we need to subtract the force exerted by the car from the net force calculated above.

Net force on the trailer (F_trailer) = F_net - Force exerted by car
F_trailer = 3386.25 N - Force exerted by car

Since the car and trailer are connected, they both experience the same acceleration. Therefore, the force exerted by the car on the trailer is equal to the force exerted by the trailer on the car.

Force exerted by car on trailer = Force exerted by trailer on car
F_car-trailer = Mass of trailer (m2) * acceleration (a)
F_car-trailer = 325 kg * 2.15 m/s^2
F_car-trailer = 698.75 N

Substituting the value of force exerted by the car on the trailer:

F_trailer = 3386.25 N - 698.75 N
F_trailer = 2687.5 N

Therefore, the net force on the trailer alone is 2687.5 N.

To determine the net force on the car-trailer combination, we can use Newton's second law of motion, which states that the net force acting on an object is equal to its mass multiplied by its acceleration (F = m*a).

First, we need to calculate the total mass (m) of the car-trailer combination. This can be done by adding the masses of the car and the trailer.

Total mass (m) = mass of car + mass of trailer
= 1250 kg + 325 kg
= 1575 kg

Now, we can calculate the net force on the car-trailer combination:

Net force (F) = mass (m) * acceleration (a)
= 1575 kg * 2.15 m/sec^2
≈ 3386.25 N

Therefore, the net force on the car-trailer combination is approximately 3386.25 Newtons.

To find the net force on the trailer only, we need to consider that the acceleration of the car and trailer is the same (2.15 m/sec^2). Thus, the net force will be the same as the net force on the car-trailer combination, which is 3386.25 Newtons.